李麟
近期热点
资料介绍
个人简历
李麟,男,重庆合川人,现任重庆工商大学数学与统计学院副教授,美国数学会特邀评论员。2015年在西南大学数学与统计学院获理学博士学位,师从唐春雷教授和沈自飞教授。现为AdvancesinTheoreticalandAppliedMathematics(ATAM),ResearchinBusinessandManagement和JournalofAdvancesinMathematicalAnalysisandApplications(JAMAA)杂志编委。曾在UniversityofCalifornia,Irvine访问,合作导师MartinSchechter教授。主要讲授课程:微积分、常微分方程、复变函数与积分变换主要科研成果:一、项目1.国家自然科学基金青年基金项目,11601046,三维空间中KGM方程和带BI理论的KG方程的可解性研究,2017/01-2019/12,19万元,在研,主持2.国家自然科学基金面上项目,11471267,Hamilton系统和几类重要椭圆方程的研究,2015/01-2018/12,76万元,在研,参加,主持人:唐春雷3.国家自然科学基金数学天元基金,11426184,带变号位势的Hamilton系统的同宿轨,2015/01-2015/12,3万元,已结题,参加,主持人:吕颖4.重庆市科委基础科学与前沿技术研究专项项目,cstc2016jcyjA0310,带Born-Infeld理论的Klein-Gordon方程可解性研究,2016/09-2019/08,2.5万元,在研,主持5.重庆市教委科学技术研究项目,KJ1600603,静电场下Klein-Gordon-Maxwell方程的孤波,2016/07-2018/06,3万元,在研,主持6.重庆工商大学博士科研启动项目,2015-56-09,一类Klein-Gordon方程解的存在性和多重性,2016/01-2016/12,4万元,结题,主持7.重庆工商大学科研基金项目,1552007,外位势函数对Klein-Gordon-Maxwell方程解的影响,2016/01-2016/12,2万元,结题,主持8.中央高校科研基本业务费专项项目,XDJK2013D007,包含Born-Infeld域的Klein-Gordon-Maxwell系统解的存在性和多重性,2013/01-2013/12,1万元,已结题,主持9.四川理工学院理学院科研项目,10LXYB06,高阶椭圆系统解的存在性和多重性,2011/01-2012/12,0.1万元,已结题,主持10.中央高校科研基本业务费专项项目,XDJK2010C055,Hamilton系统周期解及相关问题,2011/01-2012/12,4万元,已结题,参加,主持人:李春11.四川理工学院科研项目,2011KY03,四阶椭圆方程和系统多解的存在性,2012/01-2013/12,1万元,已结题,参加,主持人:潘文武12.四川省教育厅科研项目,12ZB081,临界点理论在四阶微分方程及其系统中的应用,2013/01-2014/12,0.5万元,已结题,参加,主持人:潘文武获奖1.2016年重庆工商大学年度考核优秀2.2017年重庆工商大学2016-2017学年第一学期校级“教考分离”二等奖3.2017年萧丽玉教育发展基金科研突出奖4.2017年重庆工商大学2016-2017学年第二学期校级“教考分离”三等奖研究领域
临界点理论及其在经济微分方程中的应用近期论文
1.L.Li,C.-L.Tang(*),Existenceofthreesolutionsfor(p,q)-biharmonicsystems,NonlinearAnal.,2010,73:796-8052.L.Li(*),S.Heidarkhani,Existenceofthreesolutionsforadoublyeigenvaluep-biharmonicequations,Ann.Polon.Math.,2012,104(1):71-803.L.Li,C.-L.Tang(*),Existenceandmultiplicityofsolutionsforaclassofp(x)-biharmonicequations,ActaMath.Sci.Ser.BEngl.Ed.,2013,33B(1):155-1704.P.Candito(*),L.Li,R.Livrea,InfinitelymanysolutionsforaperturbednonlinearNavierboundaryvalueprobleminvolvingthep-biharmonic,NonlinearAnal.,2012,75(17):6360-63695.S.-J.Chen(*),L.Li,MultiplesolutionsfornonhomogeneousKlein--GordonequationcoupledwithBorn--InfeldtheoryonR^3,J.Math.Anal.Appl.,2013,400:517-5246.L.Li,ExistenceofthreesolutionsforaclassofNavierquasilinearellipticsystemsinvolvingthe(p1,...,pn)-biharmonic,Bull.KoreanMath.Soc.,2013,50(1):57-717.L.Li(*),W.-W.Pan,Anoteonnonlinearfourth-orderellipticequationsonR^N,J.Glob.Optim.,2013,57(4):1319-13258.S.-J.Chen,L.Li(*),MultiplesolutionsfornonhomogeneousKirchhoffequationonR^N,NonlinearAnal.RealWorldAppl.,2013,14(3):1477-14869.W.-W.Pan,G.A.Afrouzi,L.Li(*),Threesolutionstoap(x)-Laplacianprobleminweighted-variable-exponentSobolevspace,An.Stiint.Univ.“Ovidius”ConstantaSer.Mat,2013,21(2):195-20510.L.Li(*),S.-J.Chen,InfinitelymanylargeenergysolutionsofsuperlinearSchrödinger-Maxwellequations,Electron.J.Diff.Equ.,2012,Vol.2012,No.224,pp.1-911.L.Li(*),L.Ding,W.-W.Pan,Existenceofmultiplesolutionsforap(x)-biharmonicequation,Electron.J.Diff.Equ.,2013,Vol.2013,No.139,pp.1-1012.L.Ding(*),L.Li,J.Zhang,MultiplesolutionsfornonhomogeneousSchrödinger-PoissonsystemswiththeasymptoticalnonlinearityinR^3.TaiwaneseJ.Math.,2013,17(5):1627-165013.L.Ding,L.Li(*),C.Li,Onap-Hamiltoniansystem,Bull.Math.Soc.Sci.Math.Roumanie,2014,57(105):45-5714.L.Li(*),S.-J.Chen,Existenceandmultiplicityofsolutionsforaclassofp-Laplacianequations,Appl.Math.Lett.,2014,27:59-6315.L.Ding(*),L.Li,J.-L.Zhang,SolutionstoKirchhoffequationswithcombinednonlinearities,Electron.J.Diff.Equ.,2014,Vol.2014,No.10,pp.1-1016.L.Ding(*),L.Li,J.-L.Zhang,PositivesolutionsforanonhomogeneousKirchhoffequationwiththeasymptoticalnonlinearityinR^3,Abstr.Appl.Anal.,2014,Volume2014,ArticleID710949,10pages17.L.Ding,L.Li(*),InfinitelymanystandingwavesolutionsforthenonlinearKlein–Gordon–Maxwellsystemwithsign-changingpotential,Comput.Math.Appl.,2014,68:589-59518.L.Li,C.-L.Tang(*),InfinitelymanysolutionsforanonlinearKlein–Gordon–MaxwellSystem,NonlinearAnal.,2014,110:157–16919.L.Li,C.-L.Tang(*),Infinitelymanysolutionsforresonanceellipticsystems,C.R.Acad.Sci.Paris,Ser.I,2015,353:35–4020.L.Li(*),J.-J.Sun,ExistenceandmultiplicityofsolutionsfortheKirchhoffequationswithasymptoticallylinearnonlinearities,NonlinearAnal.RealWorldAppl.,2015,26:391-39921.L.Li(*),M.Schechter,ExistencesolutionsforsecondorderHamiltoniansystems,NonlinearAnal.RealWorldAppl.,2016,27:283-29622.L.Ding,L.Li(*),G.MolicaBisci,Existenceofthreesolutionsforaclassofanisotropicvariableexponentproblems,U.P.B.Sci.Bull.,SeriesA.,2015,77(3):41-5223.L.Li(*),X.Zhong,InfinitelymanysmallsolutionsfortheKirchhoffequationwithlocalsublinearnonlinearities,J.Math.Anal.Appl.,2016,435:955-96724.L.Li,Twoweaksolutionsforsomesingularfourthorderellipticproblems,Electron.J.Qual.TheoryDiffer.Equ.,2016,Volume2016,No.1,pages1-925.L.Ding,L.Li(*),Y.-J.Meng,C.-L.Zhuang,ExistenceandasymptoticbehaviourofgroundstatesolutionsforquasilinearSchrodinger-PoissonsystemsinR^3,Topol.MethodsNonlinearAnal.,2016,47(1):241-26426.G.Chen(*),L.Li,J.-J.Sun,Multipleresultsofdampedsystemswithgeneralnonlinearities,Adv.NonlinearStud.,2016,16(2):345-35327.L.Li,Existencesolutionsforsomenon-localfractionalp-Laplacianellipticproblemswithparameter,J.NonlinearConvexAnal.,2016,17(12):2501-2509.28.L.Li,S.-Z.Song,SolutionsofNonlinearDifferentialEquations:ExistenceResultsviatheVariationalApproach,TrendsinAbstractandAppliedAnalysis,3.WorldScientificPublishingCo.Pte.Ltd.,Hackensack,NJ,2016.x+360pp.ISBN:978-981-3108-60-829.L.Li,V.Radulescu(*),D.Repovs,NonlocalKirchhoffsuperlinearequationswithindefinitenonlinearityandlackofcompactness,Int.J.NonlinearSci.Numer.Simul.,2016,17(6):325-332.30.L.Ding,L.Li(*),TwonontrivialsolutionsforthenonhomogenousfourthorderKirchhoffequation,Z.Anal.Anwend.,2017,36(2):191-20731.L.Li(*),A.Boucherif,N.Daoudi-Merzagui,Multiplesolutionsfor4-superlinearKlein-Gordon-Maxwellsystemwithoutoddnonlinearity,TaiwaneseJ.Math.,2017,21(1):151-165.32.L.Li(*),R.Agarwal,C.Li,Nonlinearfractionalequationswithsupercriticalgrowth,NonlinearAnal.Model.Control,2017,22(4):521-530.33.S.-J.ChenL.Li(*),InfinitelymanysolutionsforKlein-Gordon-Maxwellsystemwithpotentialsvanishingatinfinity,Z.Anal.Anwend.,2018,37(1):39-50.34.L.Li(*),J.-J.Sun,Non-homogeneousKirchhoffequationonR^3,Bull.Math.Anal.Appl.,2017,9(2):30-36.35.L.Li,J.-J.Sun,S.Tersian,Infinitelymanysign-changingsolutionsfortheBrezis-NirenbergprobleminvolvingthefractionalLaplacian,Fract.Calc.Appl.Anal.,2017,20(5):1146-1164..36.L.Li,Q.Liu,X.Zhong,Globalstrongsolutionstothetwo-dimensionaldensity-dependentnematicliquidcrystalflowswithvacuum,Nonlinearity,2017,30:4062–4088.37.Y.Li,L.Li(*),ExistenceandMultiplicityofSolutionsforp(x)-LaplacianEquationsinR^N,Bull.Malays.Math.Sci.Soc.,2017,40:1455–1463. 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